<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5184270019681970423</id><updated>2024-10-11T10:04:59.832-07:00</updated><category term="America&#39;s future"/><category term="US economy"/><category term="astrology USA"/><title type='text'>Past, Presence &amp; Future</title><subtitle type='html'>This blog is dedicated to the expansion of global consciousness. When every individual perceives that the best decisions for themselves must also be the best for every other species on the planet, then we will once again create the Garden of Eden that we first embodied into. Truly we will discover ourselves to be the Gods we are.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Kitegirlcoach</name><uri>http://www.blogger.com/profile/15746130166378326437</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUwhDc09ORUBH_Jql4kUqMrVxj8TSgpJdBbTJdaPq0stTuczZFMDVO187_146Fm4t-KnciNnmCVsSA67uKNKKCn8v4aznnSUIwIrDM8gyIUvBcVYrZFeYv0eokX5qN-uI/s220/orange.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>7</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-5094839348491598299</id><published>2013-05-28T22:13:00.001-07:00</published><updated>2013-05-28T22:13:09.468-07:00</updated><title type='text'>Exploring Dimensions of Reality</title><content type='html'>&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;http://www.commonswift.org/birdstrike_english_files/image003.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;257&quot; src=&quot;http://www.commonswift.org/birdstrike_english_files/image003.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Imaging the ten dimensions
(&lt;a href=&quot;http://youtu.be/gg85IH3vghA&quot;&gt;http://youtu.be/gg85IH3vghA&lt;/a&gt;)
takes you to the edge of the range of perceptions. Rob Bryanton unfolds a view of reality that has many of the same corelates as
esoteric and ageless wisdom suggests. In Toltec tradition we hear about the Eagles eminations which are akin the to filaments that comprise a feather. Each filament reducing to finer versions in a fractal way, yet each one providing a different quality and abilty in flight.&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;This video is over an hour long but
worth the time investment if you are truly seeking what the higher
dimensions offer consciousness and awareness. 
&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
I think it was in EP22 Practicing Time Travel that Mercredan talked about the dimensions. See if you think the two views agree. &lt;a href=&quot;http://youtu.be/eG7Njl6reTw&quot;&gt;http://youtu.be/eG7Njl6reTw&lt;/a&gt; or was it Ep 13 Creation of an entity &lt;a href=&quot;http://youtu.be/BgXnlOaIosU&quot;&gt;http://youtu.be/BgXnlOaIosU&lt;/a&gt;. &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/5094839348491598299/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/5094839348491598299' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/5094839348491598299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/5094839348491598299'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2013/05/exploring-dimensions-of-reality_28.html' title='Exploring Dimensions of Reality'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-8157666391187647647</id><published>2012-09-30T21:13:00.005-07:00</published><updated>2012-09-30T21:14:35.510-07:00</updated><title type='text'>Up and Beyond 2012</title><content type='html'>&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;&amp;nbsp;I received this question recently...&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;Hi Francis, Just thinking about you and your presentation at Prana 2011; was wondering if you were going to go this year, if not what are your plans and what do you propose most people should do - if anything, regarding upcoming planetary/universe alignments? I realise that&#39;s a pretty big question, but I was very intrigued by your reading&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;Thanks Brad.... &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;I thought it a very good question and here is my reply...&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/c/c2/Holy_Trinity,_Pakaraka.jpg/800px-Holy_Trinity,_Pakaraka.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;204&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/c/c2/Holy_Trinity,_Pakaraka.jpg/800px-Holy_Trinity,_Pakaraka.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;-&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;&amp;nbsp;Hi Brad, I&#39;m not going to 
Prana this year. In fact I&#39;m going to get married on January 4th 2013, 
if that is any indication.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;I propose that we all need to keep ourselves 
clear and be alert for a new direction. For many &quot;prophets&quot; this seems 
to be some sort of disconnection, but I have never seen, nor does 
history show such massive disconnects. From the channelling sessions 
that I do, the information suggests that at the end of 2012 &quot;time&quot; as we know it will cease
 to exist. &lt;br /&gt;
  &lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;&lt;a href=&quot;http://www.egodesign.ca/_files/articles/blocks/9979_no._3196_a_twin_barrel_marine_chronometer.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://www.egodesign.ca/_files/articles/blocks/9979_no._3196_a_twin_barrel_marine_chronometer.jpg&quot; width=&quot;218&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;
Initially I thought that was a big ask. However just this weekend I was 
reading a passage in a history book which described how GMT started. In 
1880 Britain passed a law that brought local times under a single time 
plan which was GMT. This essentially means that &quot;time&quot; as we know it 
only began in 1880 so ceasing in 2012 is hardly a big affair. The impact
 of the introduction of GMT was still felt globally. As will the impact of its cessation.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;The new consciousness that we expect has to be based on both Eris and 
its ruling sign of Libra. The result is Responsibility, Accountability 
and Transparency. &lt;br /&gt;
  &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;As you can see the Dotcom affair has catapulted NZ politics into this 
breakdown. The country needs to demand the resignation of those who lied
 to us about this affair.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://october-country.com/wychingwell/ww-graphics/tomb-skull-01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;290&quot; src=&quot;http://october-country.com/wychingwell/ww-graphics/tomb-skull-01.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;While the buck stops at John Key, I personally
 would be happy with Bill English&#39;s head. No matter whether Key&#39;s goes 
as well. The point is that unless there is accountability for this we 
send the message that unlawfullness is okay for politicians. English is 
culpable because after knowing it was illegal he tried to hide it by 
using ministerial powers. That actually makes him a criminal. If Key 
doesn&#39;t get rid of him it makes Key an accessory to a crime, thus also a
 criminal. &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.dreamyoga.com/wp-content/uploads/2010/11/iceberg.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://www.dreamyoga.com/wp-content/uploads/2010/11/iceberg.jpg&quot; width=&quot;234&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://dodona777.files.wordpress.com/2009/02/alchemical-marriage.jpg?w=450&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt; This is just the tip of the iceberg of course. The question is the 
consciousness. I believe that the next three months will drop bombshell 
after bombshell of these types of revelations all over the world forcing
 us to unite in agreements about the requirements for leadership. With 
this in mind, I would propose that everybody cleans up their act. Clear 
the issues with wives, girlfriends, parents and children to the degree 
that you are comfortable with anyone knowing all your secrets. &lt;br /&gt;
  &lt;br /&gt;
Consider what you would do if your nearest and dearest had a dark secret
 that came to light. Learn how to keep your equanimity, how to forgive 
and have compassion. Recognise that humans are all flawed. Learn as much
 as you can about yourself.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;What I have begun to see is the cracks in the secrets and hidden agendas that cause the lack of trust that we all sense with most people misusing their power. In order to begin I am going to start teaching astrology 
classes in Takapuna to help with this understanding. &lt;br /&gt;
  &lt;br /&gt;
If I were able to get a significant pre-paying group together at Prana wanting astrology tuition I
 might have considered going again. Or even doing it somewhere else. The classes I
 have planned are 8 x 2½ hour long classes which would mean 20 hours 
tuition. With time to integrate it would be a minimum of 3 days if it 
were done all together. &lt;br /&gt;
  &lt;br /&gt;
&lt;a href=&quot;http://dodona777.files.wordpress.com/2009/02/alchemical-marriage.jpg?w=450&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://dodona777.files.wordpress.com/2009/02/alchemical-marriage.jpg?w=450&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;
For me, the Age of Aquarius began in 2000 and it takes 12 years to fully
 imbed. Aquarius is connected to Libra because Uranus rules Aquarius and
 Libra at the higher levels. Originally, Uranus was castrated by his 
Titan children, when he comes back into his power well might they cringe! 
Libra insists that the message for this new Age is &quot;Right Relationship&quot;, and 
that is what Delaine and I plan to bring down through our Alchemical 
Marriage, the so-called &quot;End of the Great Work&quot;. So you see I want to 
remain purposeful even in this time of transition.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Helvetica, Arial, sans-serif;&quot;&gt;&lt;br /&gt;
Does this answer the question?&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/8157666391187647647/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/8157666391187647647' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/8157666391187647647'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/8157666391187647647'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2012/09/up-and-beyond-2012.html' title='Up and Beyond 2012'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-6198849225605120507</id><published>2012-08-29T18:20:00.000-07:00</published><updated>2019-11-06T19:15:54.559-08:00</updated><title type='text'>The Eris Factor – Viewpoints through a New Lens</title><content type='html'>&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQkDj28L4doW6UMEx_mAFhWfscrYQmdaH6xNjp0bw8Pz0GsBvWJ_whrEl2Ac6aZmBZjnkHC39gTHnt2UZWCZDKIFNHnHNXJOgrA8rie_HNIryY660SKFgjkL5LYvgqTrTXVq6W1CitdOZI/s1600/solarsys.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQkDj28L4doW6UMEx_mAFhWfscrYQmdaH6xNjp0bw8Pz0GsBvWJ_whrEl2Ac6aZmBZjnkHC39gTHnt2UZWCZDKIFNHnHNXJOgrA8rie_HNIryY660SKFgjkL5LYvgqTrTXVq6W1CitdOZI/s320/solarsys.png&quot; width=&quot;166&quot; /&gt;&lt;/a&gt;Whenever we consider
the astrological interpretations for the planets we need to consider
the  actual properties it has, and the ancient myth after which it
was named. When a new planet is discovered it provides a different
window through which to define the whole astrological interpretation.
This is because the discovery provides a novel viewpoint for the
whole of civilisation. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Often the properties of
the planet are scientifically identified after the astrological
signature has been established. There is a sort of random coincidence
between the naming of a planet by the scientific community, its
associated myth, its properties and its astrological interpretation.&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Take Uranus as an
example. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Uranus has always been
the planet of revolution. It provides shocks and rules electricity,
Aquarius and the United States. So some facts about it. Uranus was
discovered on March 13, 1781 by William Herschell who was by trade a
piano tuner. Herschell was a amateur astronomer and had ground his
own mirror which allowed him to see the planet. His discovery broke
through the limitations of the natural eye and heralded in a
scientific revolution. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
While Thomas Newcomen
patented the first atmospheric steam engine in 1712 it wasn&#39;t until
1769 that James Watt designed an improved steam engine that machine
power became useful. This heralded the industrial revolution. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWEvTro7TOf5rTY8HG36hpvGjB2kU3Mmo2p9j2OUcBfQcHYhmWSVU0T1xtwZfEkrpFeoux29LVeQxyfrwL0Y-159Pl-E3NnbCIkobRBK67rY41SFn9d54yDKgvnY5KGSM8nGLl2cH_jsjh/s1600/Uranus+rings.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 0em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWEvTro7TOf5rTY8HG36hpvGjB2kU3Mmo2p9j2OUcBfQcHYhmWSVU0T1xtwZfEkrpFeoux29LVeQxyfrwL0Y-159Pl-E3NnbCIkobRBK67rY41SFn9d54yDKgvnY5KGSM8nGLl2cH_jsjh/s320/Uranus+rings.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
1775 was the start of
the American War of Independence which went on til 1783. The leyden
jar battery was invented Holland in 1745 and Benjamin Franklin
carried out his famous kite experiment in 1752. Franklin was a member
of the US Continental Congress which crafted the Articles of
Confederation and he helped draft the Declaration of Independence and
the American Constitution.&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
In 1783, Laki erupted
in Iceland and colder climate of the Little Ice Age combined with
France&#39;s failure to adopt the potato as a staple crop contributes to
widespread famine and malnutrition. The treaty of Paris ended the
Independence war in 1783. The success of the American colonists
against a European power increases the ambitions of those wishing for
reform in France.&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
1789 was the storming
of the Bastille and the beginning of the real French Revolution. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
As you can see
everything was in place to instigate a revolutionary phase when
Uranus was discovered. Uranus is tilted at 97&lt;sup&gt;o &lt;/sup&gt;essentially
rolling around its orbit with the Sun. The axial tilt was only hinted
at by Herschell in 1789 and finally confirmed in 1930. Uranus is out
of phase with every other planet. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Uranus was the only
planet (until the 1930 discovery of Pluto, Chiron and now Eris) whose
name is derived from a figure from Greek mythology rather than Roman
mythology. In the myth Uranus is a very potent god who procreates the
Titans. The youngest and most ambitious is Cronus who was encouraged
by his mother Gaia to castrate him. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
When we consider the
effects of the Industrial and Scientific revolutions we can see how
the world of Gaia has been disturbed by the castration of the natural
potential. Until the discovery and naming of Eris in 2007 we had no
understanding of how the myth would unfold. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEietkKE3j6yKFHX6W-Nkjc6PN4i06JKPtd6nV5duWUG4rat7_EJ0_wAabMs1EuhYBpZx8kNN_T9xFe64tj7x-9NLGYfg2gulAclX-5YFEdrUV6kT71mVEWh_fzC947hJZghgC8_AQcTcLK4/s1600/erisorb.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEietkKE3j6yKFHX6W-Nkjc6PN4i06JKPtd6nV5duWUG4rat7_EJ0_wAabMs1EuhYBpZx8kNN_T9xFe64tj7x-9NLGYfg2gulAclX-5YFEdrUV6kT71mVEWh_fzC947hJZghgC8_AQcTcLK4/s320/erisorb.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;There is a natural
connection between Uranus and Eris due to the association with the
sign of Aquarius and its influence as the incoming Age. Uranus rules
Aquarius at the mundane level but rules Libra at an esoteric level.
Eris is the mundane ruler of Libra for a number of reasons, most
obviously because it is tilted at an angle of about 44 degrees to the
ecliptic. This means it is closer to the pivot point of a balance.
This also makes it another odd-ball of the Solar system. Libra is the
odd-ball sign because it is the only sign that isn&#39;t shown by a
living thing. Libra is a balance, a man-made instrument for measuring
natural principles.&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
All of this in
essential when we start into astrological readings. Everybody&#39;s chart
has to be interpreted against the prevailing background. It would be
nonsense to do a chart reading and interpret it as if we were living
in the eighteen century. So how is it that astrologers haven&#39;t
updated the planetary interpretations against new scientific
information? 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
So how will Eris affect
how we interpret the new background? When you look at the myth
surrounding Eris it doesn&#39;t appear too hot. She is hideous and
disagreeable, the Goddess of Strife and Chaos. But when you look at
those ideas a little deeper we have to ask, from whose point of view.
First of all she is the only Goddess who is not invited to the forced
wedding of Peleus and Thetis. She represents something not willingly
invited. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Eris throws into the
gathering the Golden Apple of Discord inscribed with the words “to
the fairest” which was grabbed by three Goddesses Hera, Athena and
Aphrodite. The &quot;apple of discord&quot; became a euphemism for
the core, kernel, or crux of an argument, or for a small matter that
could lead to a bigger dispute. The three Goddesses squabble over who
is the fairest and Paris is selected by Zeus to adjudicate between
the warring Goddesses. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
It should not be
forgotten that Peleus and his brother Telamon killed their
half-brother Phocus, perhaps in a hunting accident and certainly in
an unthinking moment. Thus, we identify this incident happens at the
wedding of a criminal. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tk3gGFrRRWBVBRAch15eNd3aOSdGYhdWk4hviM2lPCQzJMN1uxrBoVkQgcWjMpU-Jbta-9tmu7uKYy6UGHZf26E8HzEs0Pb9l5wTZnMhy0IFAVTWdBBUOC9jgXAADR7M7KGAoBuc3f6K/s1600/erismyth.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tk3gGFrRRWBVBRAch15eNd3aOSdGYhdWk4hviM2lPCQzJMN1uxrBoVkQgcWjMpU-Jbta-9tmu7uKYy6UGHZf26E8HzEs0Pb9l5wTZnMhy0IFAVTWdBBUOC9jgXAADR7M7KGAoBuc3f6K/s320/erismyth.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;The three candidates
bathed in the spring of Ida, then confronted Paris on Mount Ida in
the climactic moment that is the crux of the tale. Each goddess
wanted to be judged the fairest, so they each undressed and presented
themselves to Paris naked, in hopes of appearing more sexual than the
other two. While Paris inspected them, each attempted with her powers
to bribe him; Hera offered to make him king of Europe and Asia,
Athena offered wisdom and skill in war, and Aphrodite offered the
world&#39;s most beautiful woman, Helen of Sparta, wife of the Greek king
Menelaus. Paris accepted Aphrodite&#39;s gift and awarded the apple to
her, receiving Helen as well as the enmity of the Greeks and
especially of Hera. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Here we see the aspect
of judgement being swayed by bribery. From this it is possible to see
that mortals (Paris) is swayed by greed for Power, Wealth, Wisdom and
Lust. All of which were offered by the Goddesses. Only Eris seems to
be clear in her intention. The two forms of Eris are really Divine
Justice or Divine Retribution. These are distinguished by truth or
through deception.&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
The greed for Power,
Wealth, Wisdom and Lust are the background against which we need to
interpret our astrology. It turns out that Eris holds the balance
between Divine Justice and Divine retribution and each one of us will be judged
accordingly. Either there is ownership and remorse or there is denial
of accountability. The Aquarian Age will bring in the three qualities
of Responsibility, Accountability and Transparency. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Since the advent of the
Hubble telescope we are able to see details that were never available
previously. I now give updated consultations to people all over the
world through the Skype system, another aspect of the Aquarian Age.
As the new Eris consciousness settles in, it redefines how society
will organise itself. Eris fills the final void for the rulers of the
signs and so set a precedent as the conditions for humanity into the
foreseeable future. Pluto set the conditions for the unconscious
realms, Eris sets them for the super-conscious realm. 
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
If you would like a
consultation for this new level of insight you can request one by
contacting me at ragoczy@gmail.com&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/6198849225605120507/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/6198849225605120507' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/6198849225605120507'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/6198849225605120507'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2012/08/the-eris-factor-viewpoints-through-new.html' title='The Eris Factor – Viewpoints through a New Lens'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQkDj28L4doW6UMEx_mAFhWfscrYQmdaH6xNjp0bw8Pz0GsBvWJ_whrEl2Ac6aZmBZjnkHC39gTHnt2UZWCZDKIFNHnHNXJOgrA8rie_HNIryY660SKFgjkL5LYvgqTrTXVq6W1CitdOZI/s72-c/solarsys.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-7125478986229268558</id><published>2012-03-20T22:23:00.005-07:00</published><updated>2019-11-06T02:08:52.997-08:00</updated><title type='text'>The Eris Factor - Final Justice</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFFxB49f2-BygwOSMYNxjfekZsoTiOpX-HwjMqd-VQoTzz-idToFmoaSokzBcJ4aWS80OUD7PIZs5gZ7zB1L6o-_KZiTqhZQZkN8HA6JE-T3R8uxlQWVGtYVKdi5UABA3zEtmZOnZBf1rb/s1600/Eris-Dysomia.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;408&quot; data-original-width=&quot;485&quot; height=&quot;269&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFFxB49f2-BygwOSMYNxjfekZsoTiOpX-HwjMqd-VQoTzz-idToFmoaSokzBcJ4aWS80OUD7PIZs5gZ7zB1L6o-_KZiTqhZQZkN8HA6JE-T3R8uxlQWVGtYVKdi5UABA3zEtmZOnZBf1rb/s320/Eris-Dysomia.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris is the largest &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;known dwarf planet in our solar system. &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;It is a little larger than Pluto. Eris is about 2400&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt; kilometers wide. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris was first found by a team of astronomers at Palomar Observatory in &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;California in 2003. Mike Brown and his &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;team found Eris in 2003. In 2005 Eris was identified as another possible planet in our solar &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;system and with Pluto &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;become known as dwarf planets. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris is the most distant &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;member of our solar system known at this time. It is 3 times farther out than Pluto. One trip around &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;the Sun takes 557 Earth years for &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris. It is also at a 44&lt;sup&gt;o&lt;/sup&gt; angle to the ecliptic. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;Observations of Eris have led &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;scientists to believe it has &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;frozen methane on its surface. Eris Dysnomia is the only moon of Eris that we now know about. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;Okay, that is enough about the physical planet, but I assure you the&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;se facts are essential to &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;understanding the astrology and psychology of this newest of heavenly bodies. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: verdana;&quot;&gt;
&lt;span style=&quot;font-size: 100%;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG1jgTxu4kCinSswRz6ffoI3h2Qrc7dDS7pjspgkBYoMDAG9oyJKPjuma1HO8HiJiOlJOe5rPiwKhgEGIw224k0SIFcN2B5_NJcBVBMdHIpFmGDhPXbNJmP78m2z6YInOfSxP45F1jk5hX/s1600/Eris.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5722219716704252114&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG1jgTxu4kCinSswRz6ffoI3h2Qrc7dDS7pjspgkBYoMDAG9oyJKPjuma1HO8HiJiOlJOe5rPiwKhgEGIw224k0SIFcN2B5_NJcBVBMdHIpFmGDhPXbNJmP78m2z6YInOfSxP45F1jk5hX/s320/Eris.jpg&quot; style=&quot;cursor: hand; cursor: pointer; float: left; height: 320px; margin: 0 10px 10px 0; width: 283px;&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;First, I want to &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;say that as each new body appears to us it signifies a shift in perspective and a new window &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;in which to assess and interpret everything that went before. Since 1977 we have been dealing with our own individual&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt; problems and challenges under the watchful eye of Chiron. Now, and particularly since 2007 when Eris was &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;finally named we come under Her dominion. She is not a character to play around with because she extracts whatever is her due. Like Pluto, Eris &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;signals two polarities, Divine Justice and Divine Retribution. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;There are two qualities of Eris that give us an astrological hint. First of all the dwarf exists well &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;beyond the boundaries of Pluto, and extends our view of where the Solar system ends. Secondly, it &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;is nowhere near the plane of the ecliptic and actually only traverses through the signs of Aries and Libra. This means that Eris shows a distinctive &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;difference between itself and all other planets. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;The symbol for Libra is a scales and as such is radically &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;different from all other symbols by being &lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &lt;/span&gt;an inanimate object. For these two reasons, we can see that Eris &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;rules the sign of Libra, allowing the only other feminine planet to rule Taurus. While Libra is often associated with &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;beauty and harmony, it is also the mainstay of justice. When we see the likeness between the mythology of Eris &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;and Lady Justice with her balance and sword we see the nature of Eris epitomised.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;There are many stories in the&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt; mythology of Eris, most of which paint her into an extremely black nature, although it is clear that these archetypes are really &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;elements in the collective unconscious mind of humanity. Originally Lady Justice was blindfolded showing that justice cannot be&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt; swayed by outside influences, then we can understand the paradox of Divine Justice (compassion for failings) and Divine &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;Retribution (rage for those unrepentant). &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris has an orbit of 557 years in the sign Aries since 1927 &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;through to 2049.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;These are very significant times for planet earth and its inhabitants. In fact we &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;will meet the real consequences of our actions before Eris leaves &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;Aries, and &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;Justice/Retribution will be &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;enacted. Then there is nearly &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;two hundred years when Eris leaves no astrological mark until it re-enters its own sign of Libra &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;in 2246 weighing in the balance whether &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;humanity has brought itself to balance during its twenty year elliptical transit through until 2265. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;It is clear from this that &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris is not a generational &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;planet but one determining the fate of all species. As with the myth, she seems to be &lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;extreme and dark, and draws a line so clearly between truth and deceit. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;This is where we are at right &lt;a href=&quot;http://www.socialsquare.dk/2008/11/12/the-transparent-organisation/&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5722225515585970274&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGZWykWf-YB0jxvrl-ej7Kxx7Rcl5qNE5zfAy9IZC8c9x0lZxZ4Xogp8gJ9BQ2OXoEduuQBVX3tgLxrRTqariwX35KxrpYRXdL3Z-JeU3SNFqYSDOW5tdN2YBdibQiCe_QUh1Mz2IbZeEI/s320/transparency+words.jpg&quot; style=&quot;cursor: hand; cursor: pointer; float: left; height: 215px; margin: 0 10px 10px 0; width: 320px;&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 100%;&quot;&gt;now in our evolutionary path. A line is drawn between to highest &lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &lt;/span&gt;orders of honesty and the fall into lies, dishonest, deceit and loss of integrity. When Eris came into view it is as if she arrives at the party, shunned and disliked because she can’t be cheated, can’t be clouded by pretence. She is the silent avenger and so she brings to the fore the three markers on which everything will be tested in 2246. These are Accountability, Responsibility and Transparency. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;This means that all future generations will be judged by whether a person or group or nation’s actions are transparent without secret and hidden agendas, whether they take responsibility for their actions and the consequences that happen as a result, and whether they are willing to provide a true account of what happened, and why they made their decisions. If so then judgement will come from Divine Justice, and if not then Divine Retribution will expose them, strip them of their plunder and cast them out. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;The myth goes that everyone was invited to the party except Eris, and everyone went. It seems that we all fall short of being accountable, responsible and transparent. Now, since Eris is here, this is the time to begin becoming honest. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;Eris has a single moon, Dysnomia, as far as we know. Mythologically, Dysnomia is known as lawlessness and shares her nature with Ate, ruin. It is yet to be determined whether ruin will appear as the second moon. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;If this resonates with you and want to find out how to clear the decks as it is, then contact me at &lt;a href=&quot;mailto:ragoczy@gmail.com&quot;&gt;ragoczy@gmail.com&lt;/a&gt; and enter the dialogue. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 100%;&quot;&gt;Francis works with metaphysical psychology, archetypes and the collective unconscious in the true nature of Carl Jung. Using modern techniques and ancient wisdom he can find a pathway to the root causes of personal imbalances that affect the body-mind experience.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/7125478986229268558/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/7125478986229268558' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/7125478986229268558'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/7125478986229268558'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2012/03/eris-factor-final-justice.html' title='The Eris Factor - Final Justice'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFFxB49f2-BygwOSMYNxjfekZsoTiOpX-HwjMqd-VQoTzz-idToFmoaSokzBcJ4aWS80OUD7PIZs5gZ7zB1L6o-_KZiTqhZQZkN8HA6JE-T3R8uxlQWVGtYVKdi5UABA3zEtmZOnZBf1rb/s72-c/Eris-Dysomia.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-6877129687054414986</id><published>2011-08-14T16:55:00.000-07:00</published><updated>2011-08-14T17:32:55.576-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="America&#39;s future"/><category scheme="http://www.blogger.com/atom/ns#" term="astrology USA"/><category scheme="http://www.blogger.com/atom/ns#" term="US economy"/><title type='text'>An Astrological view of the US Economy</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqarRtCS2-XNT_HseOpuKsQMjsUK8XgIMqhOYYUatZ5thkPhHyTVEUmURrlZ7cvtrrvY2DuESyy52cCyoOjcfHe0WNw9svJZO0liIXMPC-kjwDEACWJJY6AYP_97BwAaddfcCYTW_ov6Gc/s1600/USAstro.jpg&quot;&gt;&lt;img style=&quot;float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 192px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqarRtCS2-XNT_HseOpuKsQMjsUK8XgIMqhOYYUatZ5thkPhHyTVEUmURrlZ7cvtrrvY2DuESyy52cCyoOjcfHe0WNw9svJZO0liIXMPC-kjwDEACWJJY6AYP_97BwAaddfcCYTW_ov6Gc/s320/USAstro.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5640874105037076610&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Everybody knows that the US economy is in chaos. There are many commentators that tell us that it has bottomed out; others that it is only just beginning. What is the truth?&lt;br /&gt;&lt;br /&gt;Everybody seems to have an opinion on America and its policies over its recent history, but we fail to remember is the promise when it sought Independence and was founded in1776. Astrology reminds us of the promise and where it is now relative to that promise.&lt;br /&gt;&lt;br /&gt;Right at this moment the US is going through its nineth sequence of Saturn returns since its founding. Often these sequences go in threes, that is a conjunction followed by a retrograde conjunction folllowed by the final touch before moving on into the next period. The US had its first in December 2010, then March and finally 28th August. What this means is that the writing was on the wall in December with a period of time to react and readjust before its markets have to be accountable. Clearly the US did not do this.&lt;br /&gt;&lt;br /&gt;Saturn is representative of a number of concepts, primarily the economy or money. It is also concerned with security, order and regulations and timing.&lt;br /&gt;&lt;br /&gt;All of this is pretty standard astrology. What most astrologers do not contend with is the significance of the Solar Systems latest arrivee, the dwarf planet Eris. Eris represents the only other feminine planet besides Venus. She brings &quot;balance to the Force&quot;, in Star Wars terms. Actually she is the bringer of Divine Justice and Divine Retribution. Perhaps better she is the Divine reviewer and Judge.&lt;br /&gt;&lt;br /&gt;On 24th January 2012 transiting Pluto finally impacts on the natal Eris in the US chart. Pluto brings life through the death of the old, that is transformation. When the ruler of the underworld meets Justice, old debts have to be paid, sentence is passed and the term has to be served. But all is not lost, because America was founded on principles long forgotten but preserved in the first Constitution. The two lights, masculine and feminine are both resident in Aquarius the ruling sign of the US. Neptune, the dreamer and idealist is also still in Aquarius which brings ideas into a practical and fixed position. No all is not lost, but it will take a visionary leader who takes finance and greed out of the equation. Aquarius was once ruled by Saturn before Uranus arrived to lift humanity into a new consciousness, birthing the Industrial revolution in1763. only thirteen years before the US came into being.&lt;br /&gt;&lt;br /&gt;2012 marks the beginning of a new age of unity brought about by technology and the internet. Whether we use this for the benefit of humanity as a whole and shift our consciousness to a sense of belonging, or we use it for suppression and control rests in the balance. What is certain, Eris will cast down Justice for whichever we choose or allow to happen.&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/6877129687054414986/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/6877129687054414986' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/6877129687054414986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/6877129687054414986'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2011/08/astrological-view-of-us-economy.html' title='An Astrological view of the US Economy'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqarRtCS2-XNT_HseOpuKsQMjsUK8XgIMqhOYYUatZ5thkPhHyTVEUmURrlZ7cvtrrvY2DuESyy52cCyoOjcfHe0WNw9svJZO0liIXMPC-kjwDEACWJJY6AYP_97BwAaddfcCYTW_ov6Gc/s72-c/USAstro.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-3958267732909977578</id><published>2010-02-04T19:04:00.002-08:00</published><updated>2012-03-20T22:22:56.065-07:00</updated><title type='text'>The Forgotten Factor to Health</title><content type='html'>Recent medical studies have certainly revealed that one of the  majorcontributing factor to what are known as diseases of affluence, is  lifestyle,and from this the best solution to health issues is a  lifestyle change. Ingeneral, the remedy is to prescribe a regime of diet  and exercise added to someform of ongoing pharmaceutical treatment.  Even if the person turns to naturalor alternative treatment such as  homeopathy, flower essences, naturopathy orany number of other  alternative treatments the answer is generally the same,somebody or  something is doing something to the patient. The missing factor  isself-responsibility, and that is an attitudinal change. &lt;a href=&quot;http://www.thewellnessdirectory.co.nz/article/the-forgotten-factor-to-health&quot;&gt;Read on &amp;gt;&amp;gt;&amp;gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/3958267732909977578/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/3958267732909977578' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/3958267732909977578'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/3958267732909977578'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2010/02/forgotten-factor-to-health.html' title='The Forgotten Factor to Health'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5184270019681970423.post-3168598660636422390</id><published>2007-12-31T21:05:00.000-08:00</published><updated>2008-01-01T00:31:37.865-08:00</updated><title type='text'>INTO THE CAULDRON OF RELATIONSHIP: An Alchemy of Friction</title><content type='html'>&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Many people have realised that the purpose of the physical reality is as a sort of experiential school, a learning environment. The purpose of seemingly incarnating is to develop a sense of interconnectedness. That the whole nature of the universe, as we all experience it, is designed as a feedback loop for remembering we are all connected, are all one. There is little new in this revelation.&lt;br /&gt;&lt;br /&gt;However, if we take this a little further, we discover that they way the universe feeds back to us is in it&#39;s apparent manifestation. That means that whatever we do has some sort of effect in reality. The effect is connected to our expectations, and those of the other people with whom our actions interact. Such understanding is often referred to as Karma.&lt;br /&gt;&lt;br /&gt;Going still deeper we find that our interpretation of our experiences determines what learning we manage to take from those events. If we look for meaning, we will find it at the level we&#39;re looking. If we don&#39;t think that events have anything to do with us, we&#39;ll not look for meaning, and of course we won&#39;t find any. If we look for God&#39;s message to us, then that&#39;s what we&#39;ll find. If we look for positivity in every experience then that also is what we&#39;ll find. Thus, we&#39;ll find meaning in anything, at the level we&#39;re looking. And we&#39;ll gather learning at that same level.&lt;br /&gt;&lt;br /&gt;The reality we experience is determined by the level of meaning we look for. Reality simply reflects back, or mirrors that meaning for us. Thus, the physical environment is a direct reflection of each of our beings. People, things and events respond directly to the meaning we give them, and the only meaning we can give them is that which we determine. Reality is what we are, and we are constantly in relationship to it in all respects.&lt;br /&gt;&lt;br /&gt;If a person is seeking a path to enlightenment, and through that back to the Unknowable Omniscience or Source, then the simple solution is to study reality in detail. This is because as we remove the definitions and meanings that we have put on reality,  the closer to pure truth we become. The advanced and accelerated path to enlightenment is that which gives the clearest reflection, quickest and most directly. This is an emotional intimate heterosexual relationship. The basic laws of reflection are fulfilled, what is there is both identical and polar opposite concurrently.&lt;br /&gt;&lt;br /&gt;This leads us to the next understanding, that the world is a world of paradox. Paradox is when something at first sight appears to be absurd or self-contradictory but in reality contains a substratum of truth. Every paradox consists of a continuum of experience, that moves from a limited space to an unlimited one. One pole of the paradox is contained within a more expansive one. The continuum runs from inside out. Having discovered this truth it follows that every paradox can be collapsed and consciousness raises to the next logical level above.&lt;br /&gt;&lt;br /&gt;Many philosophies have revealed such processes in thought, and yet these remain useless as a method. I have developed a practical method that unravels many of the philosophical knots of the past. When we apply such techniques in a ordered fashion, we discover  a pathway to enlightenment that is simply the evolution of logical levels of thinking, that are, indeed,  experiential steps. One by one we climb out of a limited hole we have so cleverly trapped ourselves in. We begin to understand the Cosmic Jokes that have made much of our life into suffering.&lt;br /&gt;&lt;br /&gt;Here, we even discover that being alive is as much a limitation on the continuum of life and death, yet death is seen to be the limitation within life. This is as much a conundrum as you find it. Is to be dead a sphere within the sphere called life within a sphere known as death, and is death contained within the sphere called eternal life and so forth? And even more interestingly, can I experience that journey within my own consciousness? The answer of course is yes, as long as you know how.&lt;br /&gt;&lt;br /&gt;For many years researchers have written down a series of experiments that were designed to transmute base metal, lead into gold. Many metaphysicians throughout the ages have tried to do this with a greater or lesser success, some interpreting the process as physical, others as symbolic. Yet in one sense, rather paradoxically, it is both physical and spiritual. What you end up with promises to be the greatest riches ever laid upon man or woman. The question remains, of course, what are you willing to sacrifice for such a treasure. For as sure as ever, the requirement is as demanding in today&#39;s currency as it ever was in days of old.&lt;br /&gt;&lt;br /&gt;Some people maintain that there is a difference between the occult world and the perceived one, and this difference is, seemingly, reserved for those who have what is known as second sight.  However, what is known as second sight is the accurate observation of what is obvious but unimportant to everybody else. What the famous hypnotherapist, Milton Erickson, referred to as minimal cues.&lt;br /&gt;&lt;br /&gt;The occult is observable reality and there is no animosity between science and the occult, other than a lack of understanding or observation. Something we can observe as &quot;real&quot; in the physical world has a correspondence in all other dimensions. How these correspondences operate is dependant on the elements available in that specific realm. What is a natural law in one world or realm, the physical for instance, is a natural law in all realms, although how it operates will be consistent with those things that have solidity in each realm. You can put your physical hand through a holographic wall, but you can neither put your physical hand through a physical wall, nor your holographic hand through a holographic wall.&lt;br /&gt;&lt;br /&gt;There is a surprising thing in humanity; we all seem to shy away from what appears to be tension and disagreement. Yet, there is no activity in the universe that is free of friction. Friction causes heat, and ultimately heat will transform (usually but not always by melting) anything. You can separate and join things by the judicious use of friction.&lt;br /&gt;&lt;br /&gt;In order to create a polished surface, a mirror, you must wear one surface with another, by friction. The constant rubbing of two surfaces together in the physical realm produces heat to the degree determined by the coefficient of friction for the two materials, and eventually will wear away or polish one or both surfaces.  Rubbing a hard surface with a soft one can create a smooth polish on the hard surface, although the soft surface is either worn away or needs constant replenishment. Water rushing over stones causes the stones to become smooth.&lt;br /&gt;&lt;br /&gt;Rubbing two hard surfaces together will cause both to polish to a smooth and glassy shine. Rocks rumbled together first of all create a large amount of frictional heat, as the rough edges are ground away. In time, the frictional heat created drops as the two surfaces polish and shine.&lt;br /&gt;&lt;br /&gt;The constant rubbing together of two personalities in the emotional or astral realm also produces heat (often called anger) determined by the &quot;hardness&quot; or &quot;softness&quot; of the personality types, and eventually will wear out or polish one or both of the personalities.&lt;br /&gt;&lt;br /&gt;When we consider how an ordinary stone is converted into semiprecious and finally into a gemstone we realise that it is through the application of a large amount of pressure. Pressure comes about by the adaptation of an increasing amount of limitation and containment. Most of us want to escape as soon as any level of pressure is applied. It is one of the elements of our modern social structure. Yet, on the other hand we want to become spiritually evolved, we want to become radiant like a diamond, yet only be subjected to the pressure needed for coal. Even if we sustained such pressure, we would still not find ourselves because an unpolished gemstone will be overlooked as worthless until it has been cut and polished, until it has been subjected to sufficient friction.&lt;br /&gt;&lt;br /&gt;Friction is defined as the resistance encountered when the surface of one body moves upon or across that of another;  a clash or opposition of two different temperaments, characters, or sets of opinions. Friction occurs in the physical, emotional or mental realms. There is no friction within the unmanifest, or spiritual realm. From this perspective, if there is friction then it is, by definition, not spiritual.&lt;br /&gt;&lt;br /&gt;Our proposal here today is that one of the fundamental purposes of coming together in male - female relationships is in order to generate friction. Same sex relationships may develop agitation, but the basic substance is unable to produce the gloss needed to function as perfect reflections. This is another whole subject which I am not going to discuss here.  So, rather than avoiding friction in relationship, we are suggesting that you welcome it as growthful, smoothing and polishing in a fuller context.&lt;br /&gt;&lt;br /&gt;It is through this friction that we polish our emotional and mental beings to a glassy mirror finish. The surfaces giving a sustainable reflection to our committed intimate partner. Through these reflections we are able to truly see and understand ourselves. Through such understanding we are able to spiritualise. I am not saying this is the only method, for undoubtedly there are the methods of monks, withdrawal from the world. My method here is one for being in the world.  It is relevant for the western way of life.&lt;br /&gt;&lt;br /&gt;I am proposing a little experimenting here.  I&#39;d like you to find a group of friends and acquaintances of the same gender. In this group discuss the question, &quot;What do members of the opposite sex do that upsets / angers or frustrates you?&lt;br /&gt;&lt;br /&gt;When you have some answers for yourself personally, that is, from the discussion you have identified some of the things that they do that causes you to respond, then ask yourself &quot;What about this do I resist in myself?&quot;&lt;br /&gt;&lt;br /&gt;It is our nature to want to pass the problem on to someone else, to blame them. It&#39;s your fault. It is also an answer to the question &quot;What are you missing or missing out on in your life?&quot;&lt;br /&gt;&lt;br /&gt;Let us return to the basis of this blog which I have called &quot;Into the Cauldron of Relationship: An Alchemy of Friction&quot;.  What I am talking about is the alchemicalisation of relationships. Coming together in a container, a cauldron, a crucible, a chalice and generating the fiery reaction of two dissimilar elements. This is chemistry, and more potently alchemistry. Like any chemical reaction you must control the heat You  generate. Too much heat will cause it to burn or explode; too little heat and the reaction will fizzle.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Enough heat is called Passion. (Passion = enough heat to keep the reaction alive or simmering.)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Too much heat is called Anger or Violence.   This is the approach of the Intimidator. (This works off the belief &quot;I have to defend myself against an attack&quot;)&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Too little heat is called Indifference or withdrawal. This approach is adopted by the Aloof personality. (This works off the belief &quot;Nothing I can do will make any difference&quot;)&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;How can I regulate the amount of heat or passion I bring to my relationship? Of prime importance to this question is the answer to &quot;How committed am I to being in it?&quot;  This is not a question of how committed are you to the children, but how committed are you to your partner? Until you are committed there will always be the deterrent that one or other will walk.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;This is not to condone violence. There is no way to condone actual violence, especially in a country like New Zealand where violence for many, is a way of life. Violence is the result of deeply ingrained and undischarged anger, and almost always has its basis in history. Violence is a psychological disorder and as such cannot be dealt with through the relationship. It is interesting to note that in some cases relationship violence is a dynamic between an intimidator character and a poor me one, and can be a way of generating high levels of passion. The side effects are injury and guilt. Neither violence nor total withdrawal are part of a loving relationship, but are mechanisms of control.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;We have to ask ourselves, &quot;Which of the three levels of passion do I normally use?&quot; and following on from that &quot;What change in behaviour would I have to be responsible for in order to regulate my own temperature into passion?&quot; The change will always be the very thing that you have resisted being, and that your partner reflects back for you as what you dislike most about them. Isn&#39;t that interesting?&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Let us explore this just a little. Life is a game and as such is determined by freedoms, barriers and purposes. Too much freedom or too many barriers give rise to a non-purpose game, that is no game at all. The seeming purposelessness of existence is totally cruel, with the only way out being suicidal. Any movement that promises unlimited freedom is bound to fail, just as any system that applies unlimited boundaries must. When the relationship between barriers and freedoms becomes too unbalanced, unhappiness prevails.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;The angry and violent person has boundaries that are easily triggered, and are too close. They often want to push away and separate. They have a feeling of being overwhelmed and pressured. They have too much barrier. In order to turn their heat down, their passion down, they must relax their boundaries allowing themselves to become free.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;The indifferent and withdrawing person has boundaries that are too loose, they desire too much freedom. They are already separate, and often somewhat selfish. They have a fear of confronting, that is insisting on being themselves. They must tighten their boundaries and plan their lives more effectively. These people need to be clear about their needs, be willing to engage another, and generate more heat, more passion.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Attitudes to sex are still one of the major problems in the western world. Sex is polluted or distorted by unresolved anger or fear. That is too much or too little control. This means we are either too hot or too cold, and will struggle to obtain the opposite.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Sex is the only activity that is totally reserved for the intimate personal relationship. If is not reserved, there are no barriers to free and open sex, then there will be unhappiness. Sex is the most obvious way in which friction is generated in a safe and controllable fashion. In alchemy this is the fourth gate called Conjunctio. We have to realise conjunctio is neither fucking nor making love, but a method of generating passion. Through passion, sex connects, generates heat through friction, which begins at the physical level, raises the power of love through expression at the throat and explodes the mind, and opening into the vast plane of unmanifest spirit. Passionate response leads directly to spiritual connection, and if this can be done with awareness, then it leads to enlightenment. This is the way of Tantra, of the Tao, and of Western Magick.&lt;/span&gt;&lt;/p&gt;&lt;p  style=&quot;font-family:trebuchet ms;&quot;&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;Here is a little trick. Obsession is created when somebody offers something and then withdraws it just at the moment you seem to get it. To obsess yourself, offer yourself something that you&#39;ll never be able to have. There&#39;s a joke in there somewhere.  For more see &lt;a href=&quot;http://www.prophet.co.nz/index.html&quot;&gt;www.prophet.co.nz&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://pastpresencefuture.blogspot.com/feeds/3168598660636422390/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5184270019681970423/3168598660636422390' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/3168598660636422390'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5184270019681970423/posts/default/3168598660636422390'/><link rel='alternate' type='text/html' href='http://pastpresencefuture.blogspot.com/2007/12/into-cauldron-of-relationship-alchemy.html' title='INTO THE CAULDRON OF RELATIONSHIP: An Alchemy of Friction'/><author><name>Francis Evans</name><uri>http://www.blogger.com/profile/06842357907497997164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='25' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVqwmUZKBHdDhK8zLyi23oGrTMpam44Jy2ovtJ0FU9BQ_93Q7SyD2C2c2e30j8LXBoJgWBRbEZNYrRbMG1BVujRG3dgsEccvrirsq_TYD-yqafV5gS36mCVmoDp7sK2g/s220/Francis1cropped-thumb.jpg'/></author><thr:total>0</thr:total></entry></feed>